if tanA=3cotA then prove that secA=2
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Answer:
secA = 2
Step-by-step explanation:
sinA/cosA = cosA/sinA ×3
sin²A = 3 cos²A
1-cos²A = 3cos²A
4cos²A = 1
cos²A = 1/4
cosA = 1/2
we know that cosA= 1/ secA
therefore, secA = 1/1/2
=> secA = 2
hence prove the result.
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